Thunder’s “five-second mile”
Counting five seconds between flash and boom means the storm is about one mile away. In kilometers, think “three seconds per kilometer” — the rule of thumb this tool shows.
Use this for a fast thunder estimate. The calculator below uses temperature-adjusted sound speed for the detailed result.
For echoes, sound travels to a wall or cliff and back, so the time is a round trip.
Values use 20 °C air. Warmer or colder air changes them slightly.
| Example | Result at 20 °C | Useful reading |
|---|---|---|
| 1 second after lightning | 0.21 mi / 0.34 km | Very close |
| 3 seconds after lightning | 0.64 mi / 1.03 km | About 1 km |
| 5 seconds after lightning | 1.07 mi / 1.72 km | About 1 mile |
| 10 seconds after lightning | 2.13 mi / 3.43 km | Distant, but still audible |
| 15 seconds after lightning | 3.20 mi / 5.15 km | Rule of thumb: about 3 miles |
| 30 seconds after lightning | 6.40 mi / 10.30 km | Thunder can still signal risk |
| 1 km sound travel | 2.91 seconds | Close to the 3 seconds per km rule |
| 1 mile sound travel | 4.69 seconds | Close to the 5 seconds per mile rule |
| 100 m echo | 0.58 seconds round trip | Echo distance is doubled |
When you see lightning and then hear thunder later, you’re watching physics in action. Light races to your eyes almost instantly, but sound has to push through the air molecule by molecule. That “push” travels at the speed of sound, which depends mostly on air temperature. Warmer air lets molecules jostle faster, so sound travels faster; colder air slows things down.
This calculator uses the standard dry-air ideal-gas approximation for temperature in Celsius:
c = 331.3 × sqrt(1 + T / 273.15) (meters per second)
At 20 °C this gives about 343.2 m/s. That turns into two handy rules of thumb: roughly 3 seconds per kilometer and roughly 5 seconds per mile. If you count 9 seconds between the flash and the boom on a mild day, the storm is around 3 km away (or ~1.8 mi).
The relationships are simple:
time = distance ÷ c distance = time × c echo_time = 2 × distance ÷ c
For echoes, your voice goes out to a wall or cliff and returns to you, so the timing is a round trip. If a canyon wall is 300 m away and the air is mild, the echo comes back in well under two seconds. Big outdoor spaces (stadiums, valleys, canyons) make great “echo labs” because the geometry is large enough to hear a clear delay.
Lightning is a long, branching path. Different parts of that path are different distances from you, so sound from some parts arrives earlier and some later. The first crack is usually from the nearest part of the bolt; the low rumble is all the slightly farther segments arriving afterward and bouncing around the landscape.
This calculator is built for friendly estimates and classroom demonstrations. Treat the results as approximations, not professional safety advice. If the delay is small, the storm is close — head indoors and follow local guidance. For echoes, remember that not every location will produce a strong reflection even if the math says when it would return.
Behind the scenes, this page runs 100% in your browser and doesn’t store your inputs. It uses the temperature-based formula above to keep the calculation transparent and close to what you’ll observe outdoors.
Formula: c = 331.3 × sqrt(1 + T/273.15) m/s, where T is air temperature in °C. Distance = delay × c. Sound travel time = distance ÷ c. Echo time = 2 × distance ÷ c.
Assumptions: dry air, still air, direct sound path, and ordinary outdoor temperatures. Humidity, wind, terrain, altitude, and the shape of the lightning channel can shift real thunder timing.
References: National Weather Service pages on thunder and lightning distance and lightning safety; standard ideal-gas speed-of-sound relationship for dry air.
Last updated: June 29, 2026. Privacy: the calculation runs in your browser and does not upload your inputs.
Validation examples: at 20 °C, 5 s is about 1.07 mi / 1.72 km; 10 s is about 2.13 mi / 3.43 km; 1 km takes about 2.91 s.
Counting five seconds between flash and boom means the storm is about one mile away. In kilometers, think “three seconds per kilometer” — the rule of thumb this tool shows.
A 10 °C swing changes speed by ~6 m/s. Going from freezing to a hot summer day speeds sound up enough to shave almost half a second off a 1 km thunder delay.
Bolts can stretch for kilometers. You hear the closest segments first (sharp crack) and the distant branches later (low rumble). Thunder is really a layered soundtrack.
An echo time is a round trip. If your shout comes back in 0.8 s, the cliff is ~140 m away at mild temperatures—half the distance your sound actually travelled.
Blind people and animals like bats use echoes to map space. Their brains time tiny delays — down to a few milliseconds — to sense shapes. This calculator is the simplified version you can try outside.
A 5 second delay is about 1 mile or 1.7 kilometers away at 20 °C. The quick rule is seconds divided by 5 for miles.
A 10 second delay is about 2.1 miles or 3.4 kilometers away at 20 °C.
Use about 5 seconds per mile. With 20 °C air, one mile takes about 4.7 seconds.
Use about 3 seconds per kilometer. With 20 °C air, one kilometer takes about 2.9 seconds.
Using c = 331.3 × sqrt(1 + T/273.15), the speed of sound at 20 °C is about 343.2 m/s, 1,236 km/h, or 768 mph.
Yes. Warmer air carries sound slightly faster, so the same delay maps to a slightly larger distance.
Humidity and wind can nudge the result, but this calculator keeps the estimate simple by adjusting for temperature and assuming still air.
No outdoor location is considered safe when thunder is audible. Move indoors or remain in a safe shelter.